<snapdata remixID="11809660"><project name="Two Sprites Counting" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Two Sprites Counting"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="5"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAADoVJREFUeF7t1cEJAAAIxDDdf2m3sJ+4wEEQuuMIECBAgACBd4F9XzRIgAABAgQIjAB7AgIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><watcher var="number" style="normal" x="10" y="10" color="243,118,29"/><sprite name="Sprite(3)" idx="1" x="177" y="-35" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="13"><costumes><list id="14"><item><ref mediaID="Sprite(3)_cst_costume1"></ref></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="51" y="103.33333333333337"><block s="receiveMessage"><l>TurtleToCircle</l><list></list></block><block s="doChangeVar"><l>number</l><l>1</l></block><block s="doSayFor"><block var="number"/><l>2</l></block><block s="doBroadcast"><l>CircleToTurtle</l><list></list></block></script></scripts></sprite><sprite name="Sprite(4)" idx="2" x="-80" y="-18" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,47.73600000000005,91.8,1" pen="tip" id="33"><costumes><list id="34"><item><ref mediaID="Sprite(4)_cst_turtle1-ecfa33755acfdb07403987d0fcea42d048641ca25d7a5e026782cb2ed1866037"></ref></item></list></costumes><sounds><list struct="atomic" id="35"></list></sounds><blocks></blocks><variables></variables><scripts><script x="62" y="60.33333333333334"><block s="receiveGo"></block><block s="doSetVar"><l>number</l><l>1</l></block><block s="doSayFor"><block var="number"/><l>2</l></block><block s="doBroadcast"><l>TurtleToCircle</l><list></list></block></script><script x="51" y="218.33333333333337"><block s="receiveMessage"><l>CircleToTurtle</l><list></list></block><block s="doChangeVar"><l>number</l><l>1</l></block><block s="doSayFor"><block var="number"/><l>2</l></block><block s="doBroadcast"><l>TurtleToCircle</l><list></list></block></script></scripts></sprite></sprites></stage><variables><variable name="number"><l>61</l></variable></variables></scene></scenes></project><media name="Two Sprites Counting" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="costume1" center-x="24" center-y="23" image="data:image/png;base64,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" mediaID="Sprite(3)_cst_costume1"/><costume name="turtle1-ecfa33755acfdb07403987d0fcea42d048641ca25d7a5e026782cb2ed1866037" center-x="180" center-y="180" image="data:image/png;base64,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" mediaID="Sprite(4)_cst_turtle1-ecfa33755acfdb07403987d0fcea42d048641ca25d7a5e026782cb2ed1866037"/></media></snapdata>